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Physical cosmology / Black holes / Introductory physics / Astrodynamics / Kerr metric / Metric tensor / Redshift / Anti de Sitter space / Spacetime / Physics / General relativity / Exact solutions in general relativity
Date: 2014-05-14 19:18:08
Physical cosmology
Black holes
Introductory physics
Astrodynamics
Kerr metric
Metric tensor
Redshift
Anti de Sitter space
Spacetime
Physics
General relativity
Exact solutions in general relativity

. General Relativity, Spring 2014: Final Exam Solution 1) Suppose that you are given the electromagnetic field tensor Fµν in Boyer-Lindquist coordinates throughout a Kerr spacetime, and for all spatial indices i, the

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